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Sigma KEE - LargeGroupProcess

LargeGroupProcess(large group process)

appearance as argument number 1

(documentation LargeGroupProcess EnglishLanguage "Any Process involving more than 10 Agents.")	Mid-level-ontology.kif 8147-8148
(subclass LargeGroupProcess Process)	Mid-level-ontology.kif 8146-8146	Large group process is a subclass of process

appearance as argument number 2

(subclass Epidemic LargeGroupProcess)	Medicine.kif 3507-3507	Epidemic is a subclass of large group process
(termFormat EnglishLanguage LargeGroupProcess "large group process")	domainEnglishFormat.kif 65149-65149	Epidemic is a subclass of large group process

antecedent

(=> (and (instance ?LGP LargeGroupProcess) (instance ?G Collection) (member ?M ?G) (involvedInEvent ?LGP ?M) (memberCount ?G ?N)) (greaterThan ?N 10))	Mid-level-ontology.kif 8158-8165	If a process is an instance of large group process and a collection is an instance of collection and a physical is a member of the collection and the physical is an involved in event of the process and an integer is a member count of the collection, then the integer is greater than 10
(=> (and (instance ?LGP LargeGroupProcess) (instance ?G Collection) (member ?M ?G) (involvedInEvent ?LGP ?M)) (exists (?P ?PC) (and (instance ?PC ?P) (involvedInEvent ?PC ?M))))	Mid-level-ontology.kif 8167-8176	If a process is an instance of large group process and a collection is an instance of collection and a physical is a member of the collection and the physical is an involved in event of the process, then there exist a class and the classC such that the classC is an instance of the class and the physical is an involved in event of the classC
(=> (instance ?LGP LargeGroupProcess) (exists (?G ?M) (and (instance ?G Collection) (member ?M ?G) (memberType ?G AutonomousAgent))))	Mid-level-ontology.kif 8150-8156	If an entity is an instance of large group process, then there exist a collection and a physical such that the collection is an instance of collection and the physical is a member of the collection and agent is a member type of the collection

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